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Conditions for Convergence of the Mellin-Barnes Integral for Solution to System of Algebraic Equations
Kulikov, Vladimir R., Куликов, Владимир Р.
In the article we consider the Mellin-Barnes integral that corresponds to a monomial function of a
Преобразование Меллина мономиальных функций решения общей полиномиальной системы
Antipova, Irina A., Zykova, Tatyana V., Антипова, Ирина А., Зыкова, Татьяна В.
In the present paper we give the calculation of Mellin transform for the monomial function
Analytical synthesis of functional observers
Asanov A., Dem'Yanov D.
is considered. We propose an algorithm for analytical synthesis of the minimum-order functional observers based
Новый подход к формированию систем линейных алгебраических уравнений для решения обыкновенных дифференциальных уравнений методом коллокаций
Севастьянов Л.А., Ловецкий К.П., Кулябов Д.С.
algorithms for finding the desired coefficients. The complexity of reducing the matrix of a system of linear
CALCULATION OF THERMODYNAMIC FUNCTIONS OF UNIDIMENSIONAL LATTICE MODEL BY MATRIX-METHOD .3. ADSORPTION FROM BINARY GAS-MIXTURE
VERNOV A.V., LOPATKIN A.A.
CALCULATION OF THERMODYNAMIC FUNCTIONS OF UNIDIMENSIONAL LATTICE MODEL BY MATRIX-METHOD .3
Decellularized Extracellular Matrix for Tissue Engineering (Review)
Isaeva E.V., Beketov E.E., Arguchinskaya N.V., Ivanov S.A., Shegay P.V., Kaprin A.D.
for the creation of tissue-engineered constructions. Extracellular matrix (ECM) of each tissue provides a unique
Estimation of directly unmeasurable external perturbations using functional observers
Asanov A., Dem’yanov D.
of an extended plant. An algorithm for estimating unmeasurable external perturbations using a functional observer
Simulation of characteristics of thermo-hydraulic process in porous-net matrix of rotary heat exchanger
Alekseev R.A., Kostukov A.V., Makarov A.R., Merzlikin V.G.
-net matrix as a function of parameters of heat carrier flow differing from the known relationships. In order
Finding the coefficients in the new representation of the solution of the Riemann–Hilbert problem using the Lauricella function
Bezrodnykh S.I.
by using a Jacobi-type formula for the Lauricella generalized hypergeometric function FD (N). The results
Comparing the Spatial Structure of Molecules by Minimizing a Comparison Function
Laneev E.B., Chernikova N.Y.
molecules is proposed. It is based on the minimization of a comparison function using the rotation

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